Answer:
£718,607
Explanation:
Annuities are investment opportunities that require an initial settlement and gives a series of returns of a fixed amount for a specific number of periods.
In simple terms, the question requires us to calculate the amount to be paid today (Present Value) of an annuity that pays £80,000 per year for the next 10 years.
To establish the [Present Value of the Annuity, the future Cash Flows must be discounted to the Present Value using the appropriate discount rate. In our case, we will use the annual effective interest rate of 2%.
Present Value = PMT × [ 1 - 1/(1+r)^n ÷ r ]
Where,
PMT = £80,000
n = 10
r = 2%
Therefore,
Present Value = £80,000 × [ 1 - 1 / (1.02) ^ 10 ÷ 0.02]
= £718,606.80 or £718,607
Conclusion :
She be willing to pay £718,607 today for the annuity.
Answer:
Year Dry Prepreg discounted cash flow
0 -$30,000 -$30,000
1 10,000 8,772
2 10,000 7,695
3 10,000 6,750
4 10,000 5,921
5 10,000 5,194
Year Solvent Prepreg. discounted cash flow
0 -$90,000 -$90,000
1 28,000 24,561
2 28,000 21,545
3 28,000 18,899
4 28,000 16,578
5 28,000 14,542
a. Calculate NPV, IRR, MIRR, payback, and discounted payback for each project
Dry Prepreg
NPV = $4,330
IRR = 19.86%
MIRR = 17.12%
payback = 3 years
discounted payback = 4.17 years
Solvent Prepreg
NPV = $6,130
IRR = 16.80%
MIRR = 15.51%
payback = 3.21 years
discounted payback = 4.58 years
b. Assuming the projects are independent, which one(s) would you recommend?
- both projects, since their NPV is positive
c. If the projects are mutually exclusive, which would you recommend?
Dry prepreg becuase its IRR, MIRR are higher, and its payback and discounted payback periods are shorter.
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Answer:
$230,000
Explanation:
Given:
Trade accounts receivable = $250,000
Uncollected accounts = $20,000
Computation:
Total Amount Of Risk = (Trade Account receivable - Uncollected Accounts)
=( $250,000 - $20,000)
= $230,000
No , Any financial loss danger off-balance sheet resulting from registered accounts or receivable notices not include in it.